17 Given: LR and ZW are right Zs. RX = WX; S is of the way from R to T. V is Prove: ST of the way from T to W. TV R S X T V W

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.1: Angles
Problem 2E
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Please prove #17 with a two column proof!!! Anything will help, thank you so much!!!!

a Find the coordinates of S.
b Explain why PS = SR.
Find the coordinates of R.
c
Find the area of APQR.
d
Problem Set C
16 Given: BE 1 AD, AC 1 BD,
AC = BE, DE = EC
Prove: ADEC is equilateral.
17 Given: ZR and ZW are right Zs.
RX = WX;
41
S is of the way from R to T.
V is
Prove: ST
E
of the way from T to W.
TV
D
R
(-2, 0)
P
S
с
E
0
X
T
B
S
V
W
Problem Set D
18 a Which of the triangles below are congruent?
175
b If two of the triangles are selected at random, what is th
probability that they are congruent?
786
ㄱ
Transcribed Image Text:a Find the coordinates of S. b Explain why PS = SR. Find the coordinates of R. c Find the area of APQR. d Problem Set C 16 Given: BE 1 AD, AC 1 BD, AC = BE, DE = EC Prove: ADEC is equilateral. 17 Given: ZR and ZW are right Zs. RX = WX; 41 S is of the way from R to T. V is Prove: ST E of the way from T to W. TV D R (-2, 0) P S с E 0 X T B S V W Problem Set D 18 a Which of the triangles below are congruent? 175 b If two of the triangles are selected at random, what is th probability that they are congruent? 786 ㄱ
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